This page has every Technical Mathematics Grade 11 Term 4 paper we have, from 2019 to 2025: 9 question papers and 9 memos in 38 PDFs. Files are in Afrikaans and English. The newest year is first. Each paper shows the first page of questions, its marks and time, and what the questions cover. Below the papers there is 1 file of Term 4 study material.
Technical Mathematics Grade 11 Term 4 papers by year
Technical Mathematics Grade 11 Term 4 2025 question papers and memos
November 2025 Paper 1
Technical Maths Grade 11 November 2025 Paper 1 question paper
150 marks · 3 hours · 12 pages · 8 questions
What is in this paper (8 questions)
Q1
1.1 Simplify the following WITHOUT using a calculator. 36 marks
Q2
2.1 Solve for solve x ∈ ������������ WITHOUT using a calculator. 20 marks
Q3
3.1.2 2 (Correct to TWO decimal places). (4) 22 marks
Q4
Determine the values of k for which m will: 10 marks
Q5
The sketch below represents the graph of and . f intersects the 19 marks
Q6
Consider the graphs of k and p defined by and 18 marks
Q7
Consider a circle y = − r −x with the center at the origin passing through (3 ; 1). 7 marks
Q8
8.1 Mr Fizer deposited R10 000 into a savings account at 4,32% per annum compounded 18 marks
Instructions to candidates This question paper consists of EIGHT questions. Answer ALL the questions. Answer QUESTION 6.4 on the ANSWER SHEET provided. Write your name, surname and class in the spaces provided and hand it in with your ANSWER BOOK. Clearly show ALL calculations, diagrams, graphs, et cetera that you have used in determining the answers. Answers only will NOT necessarily be awarded full marks. You may use an approved scientific calculator (non-programmable and non- graphical) unless stated otherwise. If necessary, round off your answers to TWO decimal places, unless stated otherwise. Diagrams are NOT necessarily drawn to scale. An information sheet with formulae is included at the end of the question paper. Write neatly and legibly.
November 2025 Paper 2
Technical Maths Grade 11 November 2025 Paper 2 question paper
150 marks · 3 hours · 12 pages · 10 questions
What is in this paper (10 questions)
Q1
In the diagram below S(− 2 ; − 5), R 1 ; 4 , U(������������ ; 5) and T(7 ; − 2) are points on a 25 marks
Q2
Given: A = 22,31° and B = 207,21° 18 marks
Q3
cos 360° −������������ ∙ sin (180° + ������������) ∙ tan 180° + ������������ 11 marks
Q4
Given: ������������(������������) = tan������������ and ������������ ������������ =sin(������������ + 30°) for x∈[0 ;360 ] 13 marks
Q5
In the diagram below points A, B, C and D are vertices of a quadrilateral. 10 marks
Q6
In the diagram below, O is the centre of the circle with radius OP. 9 marks
Q7
In the diagram belowO is the centre of the ci rwclithe P,Q ,R and W points on the 16 marks
Q8
In the diagram below O is the centre of the circle AKRS. Tangent TAN touches the circle at 15 marks
Q9
9.1 The picture below shows a unicycle with a radius of the wheel of 27 cm. It rotates at 21 marks
Q10
10.1 An irregular plot has to be planted with maize. The plot has one flat side with a length 12 marks
Instructions to candidates This question paper consists of TEN questions. Answer ALL the questions in the SPECIAL ANSWER BOOK provided. Clearly show ALL calculations, diagrams, graphs, et cetera which you have used in determining the answers. Answers only will NOT necessarily be awarded full marks. You may use an approved scientific calculator (non-programmable and non-graphical), unless stated otherwise. If necessary, round off your answers to TWO decimal places, unless stated otherwise. Diagrams are NOT necessarily drawn to scale. An information sheet with formulae is included at the end of the question paper. Write neatly and legibly.
November 2025 Paper 2
Technical Maths Grade 11 November 2025 Paper 2 question paper
150 marks · 3 hours · 12 pages · 10 questions
What is in this paper (10 questions)
Q1
In the diagram below S(− 2 ; − 5), R 1 ; 4 , U(������������ ; 5) and T(7 ; − 2) are points on a 25 marks
Q2
Given: A = 22,31° and B = 207,21° 18 marks
Q3
cos 360° −������������ ∙ sin (180° + ������������) ∙ tan 180° + ������������ 11 marks
Q4
Given: ������������(������������) = tan������������ and ������������ ������������ =sin(������������ + 30°) for x∈[0 ;360 ] 13 marks
Q5
In the diagram below points A, B, C and D are vertices of a quadrilateral. 10 marks
Q6
In the diagram below, O is the centre of the circle with radius OP. 9 marks
Q7
In the diagram belowO is the centre of the ci rwclithe P,Q ,R and W points on the 16 marks
Q8
In the diagram below O is the centre of the circle AKRS. Tangent TAN touches the circle at 15 marks
Q9
9.1 The picture below shows a unicycle with a radius of the wheel of 27 cm. It rotates at 21 marks
Q10
10.1 An irregular plot has to be planted with maize. The plot has one flat side with a length 12 marks
Instructions to candidates This question paper consists of TEN questions. Answer ALL the questions in the SPECIAL ANSWER BOOK provided. Clearly show ALL calculations, diagrams, graphs, et cetera which you have used in determining the answers. Answers only will NOT necessarily be awarded full marks. You may use an approved scientific calculator (non-programmable and non-graphical), unless stated otherwise. If necessary, round off your answers to TWO decimal places, unless stated otherwise. Diagrams are NOT necessarily drawn to scale. An information sheet with formulae is included at the end of the question paper. Write neatly and legibly.
Technical Mathematics Grade 11 Term 4 2024 question papers and memos
November 2024 Paper 1
150 marks · 15 pages · 8 questions
What is in this paper (8 questions)
Q1
Question 1 30 marks
Q2
Question 2 20 marks
Q3
Question 3 28 marks
Q4
Question 4 10 marks
Q5
Question 5 17 marks
Q6
Question 6 15 marks
Q7
Question 7 13 marks
Q8
Question 8 17 marks
November 2024 Paper 2
150 marks · 18 pages · 10 questions
What is in this paper (10 questions)
Q1
Question 1 22 marks
Q2
Question 2 18 marks
Q3
Question 3 14 marks
Q4
Question 4 8 marks
Q5
Question 5 11 marks
Q6
Question 6 10 marks
Q7
Question 7 24 marks
Q8
Question 8 9 marks
Q9
Question 9 20 marks
Q10
Question 10 14 marks
Technical Mathematics Grade 11 Term 4 2022 question papers and memos
November 2022 Paper 1
Technical Maths Grade 11 November 2022 Paper 1 question paper
150 marks · 3 hours · 12 pages · 7 questions
What is in this paper (7 questions)
Q1
1.1 Simplify the following completely WITHOUT using a calculator: 30 marks
Q2
2.1 Solve for x ∈ R, WITHOUT using a calculator: 28 marks
Q3
7 (correct to TWO decimal places) 33 marks
Q4
Given function f defined by f (x) = 2 (x – 3) – 8 15 marks
Q5
The graphs drawn below represent functions defined by g x = + q and h(x) = mx + c . 18 marks
Q6
The graphs below represent functions defined by f x = r − x and g x = 2 − 4. 12 marks
Q7
7.1 A nominal interest rate charged is 6,3% per annum, compounded quarterly. 14 marks
Instructions to candidates This question paper consists of SEVEN questions. Answer ALL the questions. An ANSWER SHEET is attached for QUESTION 4.4. Write your name in the spaces provided and then hand in with your ANSWER BOOK. Number the answers correctly according to the numbering system used in this question paper. Clearly show ALL calculations, diagrams, graphs, et cetera, that you have used in determining your answers. An approved scientific calculator (non-programmable and non-graphical) may be used, unless stated otherwise. If necessary, ALL answers should be rounded off to TWO decimal places, unless stated otherwise. Diagrams are NOT necessarily drawn to scale. Write neatly and legibly.
November 2022 Paper 2
Technical Maths Grade 11 November 2022 Paper 2 question paper
150 marks · 3 hours · 16 pages · 10 questions
What is in this paper (10 questions)
Q1
In the diagram below M, T(-1;7), N a;b and P(4;3) are vertices of a trapezium MTNP 26 marks
Q2
2.1 Determine the value of the following: 19 marks
Q3
3.1 Complete the following identities: 11 marks
Q4
Given f x = sinx+2 and g x = 3cosx for x ∈ [0°;360°]. 9 marks
Q5
From the top of a cliff, 120 m above sea level, a person at point A notices two ships in 14 marks
Q6
6.1 Complete the following statement: 8 marks
Q7
7.1 Complete the following statement: 17 marks
Q8
8.1 Complete the following statement: 11 marks
Q9
9.1 If the area of a sector is 8,5 cm2 and the radius is 2,1 cm. 21 marks
Q10
10.1 Consider the irregular figure below. 14 marks
Instructions to candidates This question paper consists of TEN questions. Answer ALL the questions in the SPECIAL ANSWER BOOK provided. Clearly show ALL calculations, diagrams, graphs, et cetera which you have used to determine your answers. Answers only will NOT necessarily be awarded full marks. You may use an approved scientific calculator (non-programmable and non- graphical) unless stated otherwise. If necessary, round off answers to TWO decimal places, unless stated otherwise. Diagrams are NOT necessarily drawn to scale. An information sheet with formulae is included at the end of the question paper. Write neatly and legibly.
Technical Mathematics Grade 11 Term 4 2020 question papers and memos
November 2020 Paper 1
Technical Maths Grade 11 November 2020 Paper 1 question paper
150 marks · 3 hours · 11 pages · 8 questions
What is in this paper (8 questions)
Q1
1.1 Simplify the following WITHOUT using a calculator: 29 marks
Q2
2.1 Solve forxR, WITHOUT using a calculator: 25 marks
Q3
3.1.2 2 (correct to ONE decimal place) (4) 28 marks
Q4
4.1 The value(s) of x for which f (x) will have equal roots (2) 8 marks
Q5
Sketched below are the graphs of functions g en h defined by x 16 marks
Q6
Given the function f defined by : 17 marks
Q7
The diagram below shows graphs of 222 a intersecting at points A, B, C 9 marks
Q8
8.1 The value of a twin tub washing machine depreciates at a rate of 6% per annum, on a 18 marks
Instructions to candidates This question paper consists of 8 questions. Answer ALL the questions. Clearly show ALL calculations, diagrams, graphs, et cetera, that you have used in determining your answers. An approved scientific calculator (non-programmable and non-graphical) may be used, unless stated otherwise. If necessary, ALL answers should be rounded off to TWO decimal places, unless stated otherwise. Number the answers correctly according to the numbering system used in this question paper. Diagrams are NOT necessarily drawn to scale. An answer sheet is attached for QUESTION 6.5. Write your name in the spaces provided and then hand in the diagram sheet with your ANSWER SHEET. Write neatly and legibly.
Technical Mathematics Grade 11 Term 4 2019 question papers and memos
November 2019 Paper 2
Technical Maths Grade 11 November 2019 Paper 2 question paper
150 marks · 3 hours · 11 pages · 8 questions
What is in this paper (8 questions)
Q1
In die diagram hieronder, is A(6; 9) en B(8; -1) en F drie punte op die Cartesiese vlak. 22 marks
Q2
2.1 Gegee: 3cotT 2, T [180q; 360q] 25 marks
Q3
fx() 2cosx xq[0 ;360q] 16 marks
Q4
4.1 In die diagram hieronder, ABCD is ʼn parallelogram met AB gelyk aan 12 marks
Q5
5.1 In die diagram hieronder, sirkel ABEGD word gegee met AB צ EG, ˆ en 18 marks
Q6
6.1 In die diagram hieronder, is ABCD ʼn koordevierhoek met AB die middellyn van die 23 marks
Q7
7.1 Die diagram hieronder toon sektor AOB met ʼn hoek van 135q wat onderspan word. 15 marks
Q8
Die oppervlakte onder ʼn parabool vir die interval x 3;8 is 161,7 vk eenhede. 19 marks
Instructions to candidates Hierdie vraestel bestaan uit 8 vrae. Beantwoord AL die vrae in die voorsiende SPESIALE ANTWOORDEBOEK. Toon duidelik ALLE berekeninge, diagramme, grafieke, ensovoorts wat jy gebruik het om die antwoorde te bepaal. Slegs antwoorde alleenlik sal NIE noodwendig volpunte toegeken word NIE. Jy mag ʼn goedgekeurde wetenskaplike sakrekenaar (nieprogrammeerbaar en niegrafies) gebruik, tensy anders vermeld. Indien nodig, rond jou antwoorde af tot TWEE desimale plekke, tensy anders vermeld. Diagramme is nie noodwendig volgens skaal geteken nie. Skryf netjies en leesbaar.
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Technical Mathematics Grade 11 Term 4 study material
1 file for Term 4: memo.
Technical Mathematics Grade 11 Term 4 2025
PDF
Memo Paper 1 November exam Term 4
PDF
Questions about these papers
Which years of Technical Maths Grade 11 Term 4 papers are on this page? Papers from 2025, 2024, 2022, 2020, 2019. The newest year is at the top.
How many marks is the Technical Maths Grade 11 Term 4 paper 1? Paper 1 is usually out of 150 marks and you get 3 hours to write it.
How many marks is the Technical Maths Grade 11 Term 4 paper 2? Paper 2 is usually out of 150 marks and you get 3 hours to write it.
Are the memos included? Yes. 9 of the 9 papers on this page have their marking memo next to the question paper.
Is there Technical Maths Grade 11 Term 4 study material on this page? Yes. 1 file for Term 4: memo.
